冲击荷载下基于FDEM的超高性能水泥基复合材料数值模型研究

STUDY ON THE NUMERICAL MODEL OF ULTRA-HIGH PERFORMANCE CEMENTITIOUS COMPOSITES UNDER IMPACT LOADING BASED ON FINITE-DISCRETE ELEMENT METHOD

  • 摘要: 基于有限元-离散元耦合算法(finite-discrete element method, FDEM),考虑材料细观非均匀性,采用内聚力单元表征各相材料间的界面属性,构建超高性能水泥基复合材料(ultra-high performance cementitious composite, UHPCC)的细观数值分析模型。同时,开展霍普金森压杆(split Hopkinson pressure bar, SHPB)试验和侵彻试验,从宏观-细观层面研究UHPCC在冲击荷载作用下的裂纹扩展过程以及断裂失效机制。研究结果表明,基于FDEM方法的数值模拟结果和物理试验结果具有良好的一致性。引入随机纤维分布的FDEM数值方法将材料中的关键区域离散化,较为准确地反映了UHPCC的非均质特征,实现了裂纹的萌生与扩展过程。内聚力单元作为连接各相材料的“桥梁”,有效表征了基体材料的潜在断裂面。基于FDEM构建的数值模型在不同冲击工况下有效预测了UHPCC的力学特征与损伤破裂过程。

     

    Abstract: The mesoscale numerical model for Ultra-High Performance Cementitious Composites (UHPCC) was developed based on the Finite-Discrete Element Method (FDEM). The material heterogeneity was incorporated in the model, using cohesive elements to characterize the interfacial properties between distinct material phases. Split Hopkinson Pressure Bar (SHPB) tests and penetration experiments were conducted to investigate the crack propagation and failure mechanisms of UHPCC under impact loading from both macroscopic and mesoscale perspectives. The results show that the mesoscale numerical model is in good agreement with the experimental results. A model of randomly distributed fibers is integrated into the FDEM framework, enabling precise discretization of critical regions within the material, effectively capturing the heterogeneous characteristics and reproducing the crack initiation and propagation processes. Cohesive elements serve as bridges between different phases, accurately representing potential fracture surfaces within the matrix. The mechanical response and failure behavior of UHPCC under various impact conditions are accurately predicted by the mesoscale numerical model.

     

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